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WorksheetsPOWER RULE AND REVIEW
Total questions: 25
Worksheet time: 37mins
Name
Class
Date
1.
According to exponent rules, when we raise a power to another exponent we _______ the exponents.
a)
add
b)
subtract
c)
multiply
d)
divide
2.
If (2x)5=215, what does x equal?
a)
x = 3
b)
x = 5
c)
x = 10
3.
[(-4)³]²
a)
(-4)⁶
b)
(-4)⁵
c)
(-4)
d)
(-4)⁻¹
4.
(5³)⁷
a)
5²¹
b)
5¹⁰
c)
5⁴
d)
125²¹
5.
Simplify
a)
49
b)
414
c)
1614
d)
45
6.
Simplify (-9)0
a)
-9
b)
-1
c)
1
d)
9
7.
Use the properties of exponents to write the expression as a single power: (88)(86) =
a)
848
b)
814
c)
82
8.
(4⋅7³)⁵
a)
4⁵⋅7⁸
b)
4⁵⋅7¹⁵
c)
4⋅7⁸
d)
4⋅7¹⁵
9.
(62⋅ 65)3
a)
621
b)
613
c)
630
d)
610
10.
(8⋅83⋅82)2
a)
810
b)
812
c)
89
d)
86
11.
Which of the following are equivalent to the the expression? Select 2
(12 ⋅122)3
a)
12
b)
123⋅126
c)
12⋅126
d)
129
12.
Simplify the expression.
(24)−5
a)
291
b)
220
c)
2201
d)
29
13.
Simplify the expression.
(7−2)6
a)
7121
b)
741
c)
712
d)
74
14.
simplify 5x3 2x2
a)
10x5
b)
3x
c)
10x6
d)
7x5
15.
−3x212x7
a)
−4x9
b)
−4x5
c)
x54
d)
4x5
16.
−3ab29a3b5
a)
−3a3b3
b)
−3a4b7
c)
12a2b3
d)
−3a2b3
17.
Simplify 4-2=
a)
1/16
b)
-16
c)
1/4
d)
-42
18.
Simplify (31)−3
a)
1/9
b)
1/27
c)
27
d)
-27
19.
Simplify −(43)0
a)
1
b)
-1
c)
0
d)
3/4
20.
(a3b5)7 =
a)
a3b35
b)
a10b12
c)
a8b8
d)
a21b35
21.
Simplify the expression
a)
x5
b)
1/x5
c)
x13
d)
1/x13
22.
Simplify: (m9)2
a)
m11
b)
2m9
c)
m18
d)
m4.5
23.
Simplify: (-5p)2
a)
-25p2
b)
25p2
c)
-5p2
d)
5p2
24.
Simplify.
a)
y15
b)
y5
c)
y2
d)
2y5
25.
True or False?
103 = 30
103 = 30
a)
true
b)
false
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